Synthesis of Gradient minimization methods of functions of several variables with the right inverse matrix

Abstract: It offers an unconventional approach to the synthesis methods of minimizing functions of many variables. For example, the simplest solution of the problem it is synthesized a new gradient method for solving this problem, based on intelligence it on each iteration to solve underdetermined linear algebraic equations and computation of their solutions with the right inverse matrix.

Keywords: gradient, right inverse matrix, matrix, minimiza- tion of the function

For citation:
Cvetlakov A. A., Pugacheva O. A. Synthesis of Gradient minimization methods of functions of several variables with the right inverse matrix. Doklady Tomskogo gosudarstvennogo universiteta sistem upravleniya i radioelektroniki, 2016, vol. 19, no. 4, pp. 117–121. DOI: 10.21293/1818-0442-2016-19-4-117-121